High-water marks · a two-wall model
A higher line on a wall does not have to mean higher water
We read a flood mark from today's pavement, but a pavement is not a contour line, and the street may have risen since the flood. Change what you measure the two lines against.
Result of comparing the two lines
Difference between the lines · above today's pavement
0.90m
B is higher
Apparent paradox: from today's pavement B is higher (by 0.90 m), but in the common Z system A is higher (by 1.50 m).
An equal or different elevation is not yet proof of a single water surface: a river has a gradient, a mark may have been moved, and the data in the model are samples.
The same two lines, three readings at once
Model assumptions (an example, not a measurement): wall A — mark 1.80 m above today's pavement, ground Z = 12.40 m, street raised by 0 cm. Wall B — mark 2.70 m, ground Z = 10.00 m, street raised by 0 cm.
| Reading | Wall A | Wall B | Higher |
|---|---|---|---|
| Above today's pavementhin view | 1.80 m | 2.70 m | B +0.90 m |
| Above the cobbles of the day of the floodh + p, where p is the rise of the streetin view | 1.80 m | 2.70 m | B +0.90 m |
| Elevation Z of the mark in a conventional systemZ = Z of the ground + hin view | 14.20 m | 12.70 m | A +1.50 m |
Vertical axis: metres above today's pavement (zero = the pavement beside each wall). A schematic of the model, not a map or a measurement.
- water mark (blue line and its level)
- today's pavement
- cobbles of the flood day and accumulated layers
- ground under the wall
What is equal here: both of today's pavements lie on one zero line. What has been hidden: the ground under A lies 2.40 m higher than under B. The door (2.10 m) and the person (1.75 m) are a conventional scale.
Change wall B
The sliders also work with the keyboard: arrow keys, Home, End. The rise of the street is a hypothesis to try out, not a correction based on data.